What is the greatest common factor of 52x5 and 12x4? 4x4 4x5 6x4 6x5
4x^4 is the greatest common factor of 52x^5 and 12x^4. 52x^5 = 4x^4*13x 12x^4 = 4x^4*3
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Question
Asked 1/5/2015 7:24:03 AM
Updated 1/5/2015 9:45:26 PM
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3
4x^4 is the greatest common factor of 52x^5 and 12x^4.
52x^5 = 4x^4*13x
12x^4 = 4x^4*3
Added 1/5/2015 9:45:26 PM
This answer has been confirmed as correct and helpful.
Confirmed by jeifunk [1/6/2015 12:33:12 AM]

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Which of the following is equivalent to 36ab2 - 28ab when it is completely factored? 2ab(18b - 14) 4ab(9b - 7) 12ab(3b - 2) 4(9ab2 - 7ab)
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Updated 1/5/2015 7:54:15 AM
4ab(9b - 7) is equivalent to 36ab^2 - 28ab when it is completely factored.
Added 1/5/2015 7:54:15 AM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [1/5/2015 7:55:27 AM]
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